This paper is contemplated to propose a class of shrunken estimators which is further used in constructing a class of preliminary test estimators for amount of information in complete samples from normal population when some ‘apriori’ or guessed value of amount of information is available and analyses their characteristics. The proposed classes of shrunken estimators and preliminary test estimators are compared with the usual unbiased estimator and MMSE estimator. Eventually, empirical study is carried out to demonstrate the performance of some shrunken estimators and preliminary test estimators of the proposed classes over the MMSE estimator. The suggested class of estimators is found to give gratifying results. Subsequently, the usage of ...
International audiencePurpose: In mixed models, the relative standard errors (RSE) and shrinkage of ...
This paper addresses the problem of estimating the population mean  of the study variable using inf...
International audiencePurpose: In mixed models, the relative standard errors (RSE) and shrinkage of ...
This paper is contemplated to propose a class of shrunken estimators which is further used in constr...
Estimation of the mean of a univariate normal population with unknown variance is a well-known probl...
The estimation of the mean of an univariate normal population with unknown variance is considered wh...
An extremal property of normal distributions is that they have the smallest Fisher Information for l...
This paper suggested a generalized class of estimators using information on two auxiliary va-riables...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
Abstract. Complementing Rukhin's [5] investigations, the mean squared error of members of a fam...
Let X be a normally distributed with unknown mean µ and variance 2σ. Assume that a prior estimate 0µ...
In statistical experiments, if a random sample of items drawn from a population is tested until all ...
In this paper, we introduced some two-stage shrinkage testimators (TSST) for the mean μ when a prior...
Abstract—This paper concerned with pre- test single stage shrinkage estimator for estimating the var...
This paper concerns normal approximations to the distribution of the maximum likelihood estimator in...
International audiencePurpose: In mixed models, the relative standard errors (RSE) and shrinkage of ...
This paper addresses the problem of estimating the population mean  of the study variable using inf...
International audiencePurpose: In mixed models, the relative standard errors (RSE) and shrinkage of ...
This paper is contemplated to propose a class of shrunken estimators which is further used in constr...
Estimation of the mean of a univariate normal population with unknown variance is a well-known probl...
The estimation of the mean of an univariate normal population with unknown variance is considered wh...
An extremal property of normal distributions is that they have the smallest Fisher Information for l...
This paper suggested a generalized class of estimators using information on two auxiliary va-riables...
In this paper by utilizing the information on the population mean of auxiliary variable, we proposed...
Abstract. Complementing Rukhin's [5] investigations, the mean squared error of members of a fam...
Let X be a normally distributed with unknown mean µ and variance 2σ. Assume that a prior estimate 0µ...
In statistical experiments, if a random sample of items drawn from a population is tested until all ...
In this paper, we introduced some two-stage shrinkage testimators (TSST) for the mean μ when a prior...
Abstract—This paper concerned with pre- test single stage shrinkage estimator for estimating the var...
This paper concerns normal approximations to the distribution of the maximum likelihood estimator in...
International audiencePurpose: In mixed models, the relative standard errors (RSE) and shrinkage of ...
This paper addresses the problem of estimating the population mean  of the study variable using inf...
International audiencePurpose: In mixed models, the relative standard errors (RSE) and shrinkage of ...